mathelapra blogspot.com

Math Language Practice

Tuesday, January 17, 2012. After much fiddling with which radii intersect which bits of the circle clusters, and which opposite or adjacent ate what with whom, I eventually noticed that the solution to the issue of finding the dimensions in clusters of same-radius tangent circles that fit within a larger circle of known radius is to think of the polygon associated with the smaller circles as a polygon of two times as many sides as there are circle clusters. Since the inner polygon and the polygons implie.

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The Bookshelf Goblin

Tuesday, February 14, 2012.

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Math Language Practice

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Tuesday, January 17, 2012. After much fiddling with which radii intersect which bits of the circle clusters, and which opposite or adjacent ate what with whom, I eventually noticed that the solution to the issue of finding the dimensions in clusters of same-radius tangent circles that fit within a larger circle of known radius is to think of the polygon associated with the smaller circles as a polygon of two times as many sides as there are circle clusters. Since the inner polygon and the polygons implie.

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This web page mathelapra.blogspot.com states the following, "Tuesday, January 17, 2012." We saw that the webpage said " After much fiddling with which radii intersect which bits of the circle clusters, and which opposite or adjacent ate what with whom, I eventually noticed that the solution to the issue of finding the dimensions in clusters of same-radius tangent circles that fit within a larger circle of known radius is to think of the polygon associated with the smaller circles as a polygon of two times as many sides as there are circle clusters." It also said " Since the inner polygon and the polygons implie."

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